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The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club The PiXL Club.
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© Copyright The PiXL Club Ltd, 2017
© Copyright The PiXL Club Ltd, 2017
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© Copyright The PiXL Club Ltd, 2017
© Copyright The PiXL Club Ltd, 2017
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© Copyright The PiXL Club Ltd, 2017
© Copyright The PiXL Club Ltd, 2017
This is a narrated Walking Talking Mark slideshow.
© Copyright The PiXL Club Ltd, 2016
© Copyright The PiXL Club Ltd, 2016
© Copyright The PiXL Club Ltd, 2016
Required Practical Guide Specific Heat Capacity
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Required Practical Guide
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Required Practical Guide
Required Practical Guide
Required Practical Guide Force, Mass & Acceleration
© Copyright The PiXL Club Ltd, 2016
Balancing Equations Questions
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© Copyright The PiXL Club Ltd, 2017
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© Copyright The PiXL Club Ltd, 2017
© Copyright The PiXL Club Ltd, 2017
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© Copyright The PiXL Club Ltd, 2016
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Required Practical Guide
Estimation Reasoning Mental Calculation
© Copyright The PiXL Club Ltd, 2016
© Copyright The PiXL Club Ltd, 2016
© Copyright The PiXL Club Ltd, 2016
Required Practical Guide Specific Heat Capacity
Required Practical Guide
© Copyright The PiXL Club Ltd, 2017
Required Practical Guide
Estimation Reasoning Mental Calculation
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Estimation Reasoning Mental Calculation
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GCSE Physics   Topic – Forces    © Copyright The PiXL Club Ltd, 2017 This resource is strictly for the use of member schools for as long as they remain members of The PiXL Club. It may not be copied, sold nor transferred to a third party or used by the school after membership ceases. Until such time it may be freely used within the member school. All opinions and contributions are those of the authors. The contents of this resource are not connected with nor endorsed by any other company, organisation or institution. www.pixl.org.uk The PiXL Club Ltd, Company number 07321607

m m 3 N 3 N 5 N Resultant force: 6N Resultant force: 2N GetIT – Forces A force is a push or pull acting on an object when it interacts with another object. A Resultant force can be calculated from all the forces acting on an object. 3 N m Resultant force: 6N m 5 N 3 N Resultant force: 2N

Match IT Scalar A scientific word for size Vector   A scientific word for size Vector Distance and direction moved by an object. A vector quantity Weight Has both a size (magnitude) and a specific direction Mass Acceleration in freefall. 10m/s2 Velocity Amount of matter an object has Acceleration Has a size (magnitude) but no specific direction Magnitude Change in velocity over time. Units are m/s2 g A force acting on an object due to gravity. W = m x g Displacement Speed in a given direction. Units are m/s

Match IT - Answers Scalar   Has a size (magnitude) but no specific direction Vector Has both a size (magnitude) and a specific direction Weight A force acting on an object due to gravity. W = m x g Mass Amount of matter an object has Velocity Speed in a given direction. Units are m/s Acceleration Change in velocity over time. Units are m/s2 Magnitude A scientific word for size g Acceleration in freefall. 10m/s2 Displacement Distance and direction moved by an object. A vector quantity.

Label IT Label the diagram. Describe the journey in words. Use the gradient of the line to find the speed over the first 15 seconds of the journey.

Label IT - Answers Stationary Slower steady speed Faster steady speed

Label IT - Answers Describe the journey in words. For the first 15 seconds the object is travelling at a steady speed Between 15 seconds and 25 seconds the car is travelling at a slower steady speed This can be seen on the graph as the slope is less steep Between 25 seconds and 40 seconds the object is stationary

ΔY = 60m ΔX = 15s Label IT - Answers Use the gradient of the line to find the speed over the first 15 seconds of the journey. (Δ = difference) Speed = distance ÷ time Draw a triangle under the line for the first 15 seconds Find the distance (ΔY) Find the time (ΔX) Gradient = ΔY ÷ ΔX Speed = 60m ÷ 15s = 4m/s ΔY = 60m ΔX = 15s

Match IT and Label IT - Answers Steady speed   Speed remains the same Stationary Remaining in the same place. Not moving. Accelerating Speed is increasing Gradient The slope of a line; tells you how steep a line is. Decelerating Speed is decreasing

Match IT and Label IT - Answers Stationary Slower steady speed Faster steady speed

Match IT and Label IT - Answers Steady speed Accelerating Decelerating